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ARIggQoIUIArgM4qSYAESIAESIACzGeABEiABEiABCogQAGuADqrJAESIAESIAEKMJ8BEiABEiABEqiAAAW4AuiskgRIgARIgAQowHwGSIAESIAESKACAhTgCqCzShIgARIgARKgAPMZIAESIAESIIEKCFCAK4DOKkmABEiABEiAAsxngARIgARIgAQqIEABrgA6qyQBEiABEiABCjCfARIgARIgARKogAAFuALorJIESIAESIAEKMB8BkiABEiABEigAgIU4Aqgs0oSIAESIAESoADzGSABEiABEiCBCghQgCuAzipJgARIgARIgALMZ4AESIAESIAEKiBAAa4AOqskARIgARIgAQownwESIAESIAESqIAABbgC6KySBEiABEiABCjAfAZIgARIgARIoAICFOAKoLNKEiABEiABEqAA8xkgARIgARIggQoIUIArgM4qSYAESIAESIACzGeABEiABEiABCogQAGuADqrJAESIAESIAEKMJ8BEiABEiABEqiAAAW4AuiskgRIgARIgAQowHwGSIAESIAESKACAhTgCqCzShIgARIgARKgAPMZIAESIAESIIEKCFCAK4DOKkmABEiABEiAAsxngARIgARIgAQqIEABrgA6qyQBEiABEiABCjCfARIgARIgARKogAAFuALorJIESIAESIAEKMB8BkiABEiABEigAgIU4Aqgs0oSIAESIAESoADzGSABEiABEiCBCghQgCuAzipJgARIgARIgALMZ4AESIAESIAEKiBAAa4AOqskARIgARIgAQownwESIAESIAESqIAABbgC6KySBEiABEiABCjAfAZIgARIgARIoAICFOAKoLNKEiABEiABEqAA8xkgARIgARIggQoIUIArgM4qSYAESIAESIACzGeABEiABEiABCogQAGuADqrJAESIAESIAEKMJ8BEiABEiABEqiAAAW4AuiskgRIgARIgAQowHwGSIAESIAESKACAhTgCqCzShIgARIgARKgAPMZIAESIAESIIEKCFCAK4DOKkmABEiABEiAAsxngARIgARIgAQqIEABrgA6qyQBEiABEiABCjCfARIgARIgARKogAAFuALorJIESIAESIAEKMB8BkiABEiABEigAgIU4Aqgs0oSIAESIAESoADzGSABEiABEiCBCghQgCuAzipJgARIgARIgALMZ4AESIAESIAEKiBAAa4AOqskARIgARIgAQownwESIAESIAESqIAABbgC6KySBEiABEiABCjAfAZIgARIgARIoAICFOAKoLNKEiABEiABEqAA8xkgARIgARIggQoIUIArgM4qSYAESIAESIACzGeABEiABEiABCogQAGuADqrJAESIAESIAEKMJ8BEiABEiABEqiAAAW4AuiskgRIgARIgAQowHwGSIAESIAESKACAhTgCqCzShIgARIgARKgAPMZIAESIAESIIEKCFCAK4DOKkmABEiABEiAAsxngARIgARIgAQqIEABrgA6qyQBEiABEiABCjCfARIgARIgARKogAAFuALorJIESIAESIAEKMB8BkiABEiABEigAgIU4Aqgs0oSIAESIAESoADzGSABEiABEiCBCghQgCuAzipJgARIgARIgALMZ4AESIAESIAEKiBAAa4AOqskARIgARIgAQownwESWEIE2tj01y2s/p8l1CV2hQSWLAEK8JK9tezYYifQhffPArwAkGME6t6Jl7XMuysAJoFax8Wqf1nsPNh+ElhqBMq8xEutz+wPCSwIAh14WwHcexaN0QILQKYE6h4FXA3sc5HC1JsEciCAtPdbAJkeALIWjZWzqJuXkgAJzJIABXiWAHk5CYxDoIPerYC6b0IctZD61qoAWhRr9ospkLtaaByq6+mgd6GC+msBatkC64uyStff1NaKghoAuKSJ+hPG6Q/PJQESmDkBCvDM2fFKEihFoAtvkwBOXDDVLhf1/QNR9e4AoAXWeh9lp4vGvYoqOA29101AfSYpxlrNVSDq+r8Dgeip6NsA9YuN+N+1x+OhLxaodiDUo4e5XoDpFpx9itrB30mABMYnQAEenxmvIIFCAm30LlFQj86wUvOu19boPYdg5V++BQ/8fbo4ykFd9PX0dcxQngbediqcj3f838RMbYtA3t5C48y0sjag95wB1DdNWQIMdKHawo5/HNTtLup/WthxnkACJFCaAAW4NCqeSAL5BLrwPivAq/KnhrW4yR4Fpa1K8/59HMAbEEw/Z6zbqt2A7JsUXQX12Sbqr0trWQfeHwHcx/xWgzpzDeonlxF1bTG30Nh3AzatGaDWseq924VzMJ8FEiCB2ROgAM+eIUtYxgTa8N6pgA+lCKe4cPQ6bexYh42PXImJX4Z/HLhwJtLwddF7qkCdB0BPQ1vvqdJG6lUuGieUxd6BdwOAI835CrXLBPIdYPA8QD0orGOFVV6sPj2FDQx6AnXcsC3lpsjLtpHnkcByJEABXo53nX2eFYE2vA8q4F0pjlT++6SgPt1E/U3JSrrwpgTwBVcw/aoWjjunqCEd9LXDcjgrjLsBGOtT//H9TTjvLyoj+F0OCqamUy3sZBH+2rEAqugDYSzlcm3gWSRAAjaBoveLtEiABCwCHXjaW9i8N1qoPgHgn8JTUq1e/VsHXrhlCJnn2KA76G0FlL+Oq4DfNeH8mfm9g/6tgPjrsQJBDepzTTivSbtRXfSnBGJb2aYdvqinWenxdgT9VcD0API7hdqfCQY1Narj0y4c24rmc0MCJFBAgALMR4QEShDooPdcBM5K2sKdbqK+ooP+TkD2C/4m3wRqPx9g8NIaakcJBgcAyghf+J7JeheNU4uqs0Q+VyA76F8LiJ5C9o8a8L01cJ7eQW8PoGwxFIXaxU2seqI5t4v+9QI5SqtxC07ud6ADbzooflSw2+hdoKCeYcrVQt2kEBfdYv5OAj4BCjAfBBIoIGBbkQryNIH6DoDZWns6IMadLhp/Ylm2twGi9wjrV/NaF/VjytycLrzfC5BcE9ZT1F4TzuqsMjronQGod+vf3UIRjjyrUwcFiZkBXWTm+naZPvEcElgOBCjAy+Eus48zIrAOlx+xEgfdGF4cbo0dFqW9oYDBXTVMXKkwdeYaHPeVoZh6XwXwt7bV2MWm7wC1p+UE0dCXF04LJzvTRv82FQl38GuRoNplmOlxBXV2lke1Pr+L/k8E8vis8m3L3Z6mL5rmntHN4UUksAQIUICXwE1kF+aeQAfengwr1wjxThdOZqAMLWplpne76H1UoN5mz0aNM42bNl09XG+WN7tonFWGjrVGfZsL535Z16zDmUesxDP9QckA6vtrUX9aXMx7kwi2WNlrzTMaWJRpN88hgcVMgAK8mO8e2z4vBCwx8lVEAdtdOAd24d0owBFFVqq5vowV2oE3hcAzepsL56DEVG7ONqX+dQJ5YAjgVhfO4elWrT8N3SgDyhbzMh7Q8TL97VF6rfgLCrW/steXh+UqcVEf2ZpVpm08hwSWIgEK8FK8q+zTjAgkrN6YV28HvY8hsFQLHKMCb+eS4msCZYwIbdLb2p7GLe+kZTy2h2Ev08B04O0CoIN82IexYHWXpwG1QwE3CPBdF8479YnhQCNp6Y5UsQJTz5jCCn3NM8uymdEN5EUksMgIUIAX2Q1jc+eHgG31am1x4bTSLMo8YTXCqCBrm2i081raxaavC2ovLCHoyW1P5p3d4sI5rIhGllh30b9bIAdZ12unsFtcNI4oa8GbMhRkUxMNHaTDPzrwrgfwgGQAEcHkMxT2+a4+Zxry+lPR+M+i9vN3EljKBCjAS/nusm+FBDqI1iz9cxVwfRNOtLXHsvRyrVprmrWU93JZkbNELRLiMtZ1fPAwXJdNmVre6sI5xD6/i988XHDA5UWDg5CN366sNnWw6R+A2qeH5eup6iABRA1q0xrUI+EuvFk8gQSWGAEK8BK7oexOeQJteCYVkEn+M+miEZuKTZxjCs97b0xqwZ+4cJ6c1prxxbf/D4BoEbM8sac/5uK4t5ftbcLCz3Ug02WaqF0CabfQWJtXj5mKzvJ2NvuIBbJNQek8xVZH8qfHy/aP55HAYiRAAV6Md41tnhWBDnq7AOULrYLaJUEwjWht1/49o6Lk+ugKK/3fyDulo1Up+JbfJh1PWZ8wjhWbFOzhoEDd4qJ+/3xxHAYLGere4PMuVr+6CGLZgUIH3p06naKCur6Jemz2wLLgo7XxLmIOZL4ec6tS0d3g70uRAAV4Kd5V9imTQNzTV96uoLRzlfbg3SZQBw1jTPqiWSgObfR+raAeBtS+6mLVS+yKu/B6AtQFohKhG0sLTpYIDvshUy4aqfl608JflhXVhHAWtte0J2tg0YL3mAOAS+L7ontXhQkeCjnzkSaBpUiAArwU7yr7lEpgOK2KQQvORGJaNrxG7XRRv1cb3k4F7FdkqZbd76sLt7yGI53Ps/xMIobs9dUoLnVMILvwtglwQGDhy6VNNB5rAymaMo6fG4S1VEBmvOmyYj1MRqHWu6hHITmtwQRcNPhN4vu7bAjwYV82t3p5d7SN3h0KSnsN66ngKwFlhW6UPS4aOhdvdJQRqQ3of28AeaoCftyE86Q8wkkLsQNvd5j/17f+gMmHuDjhSkvMfOcmgVzYQsPfvpN2WOX4ImxnT8oS9zZ6uxXUSkAudHPKTgirbuZWBXUvicJw+vkcsr4hesp5oKAuaKL+3GRZyUGFPRgqGvQs7yeZvV9KBCjAS+lusi8Zlm/vHIF6xWh0Jvmli8aJyYvM9poiIZiJ9ZsUxQ68HQD2D9ug1eyNgPpUkMFItrpoxDyU0zrYRe8agTra/KaA3zfhPLRgQFC4X7kL738EeEpWzHhr3ds0f8qKgpWyFu57meuBRWpiB1uEFeTsJhqv4yNNAkuZAAV4Kd9d9s0nEHzYR0I5ZzpClbF+29j0eYXaK5OpAjOsVD+bUP4e4t7dgIr25Y4TjvI0bFw9gYmNRgXLOjSl9bOD3qcA9caE6JotUJnbjUy/zTSz3dcuvE0COClCLgpTz2zieH9v8NAyjyjmhsXk400Ci50ABXix30G2P5fA6DqvnAWoNyWDR1hTpHcAOExh+yOaeNivswofx5mpjKBb9Uce1kUWePIaLdoCTCjUPtHEKpOjOJNPB/0dgGjrezOAYxMCKZOoP2Ad1E3hIOZWAH9apk1hf6924awq4mcGDQL13hbqZ9iOY0F7sp3M+OiTwGInQAFe7HeQ7c8RmCAsZHAE67xFwllGLLvYvE4w+OcyKQNNrOcywtWGd4sC7ieYfpXCxOd1q7WV3cSqLxQJmSm/qH/JctroieWhrRNIvK0F5+Np9YUzCZle1/EBQX7cZ7MmLlB/VJAoJSMQDJASywWFXth8DUhgMRKgAC/Gu8Y2FxIYfuCHCefb6J+iIKcrqD80UTeJDKKy1qO3swbl7wm2Kih6R/S5kwJ1cgt1K+JTUEIZQY8Ll70fORhA1KC8NaiPJFQwDldTUI9/H+o/zSonXUx7OwBl1p71TuX3aAs0D2zRViOr/kkA+xRMuV8KqEebc7rw/iBB+Er7uFyAhyl/zVh2umhkZp8qfCB4AgksQAJFH5cF2GQ2iQTyCWTFP04TkDZ6L1dQ52Q5GiXE2BdbALZIp71Des1ZJzDQzka5a79D0epdg8CRaoMLp2mJWbj+qna7qOt6jbCbddlfu3AeYRMxSSUU1PlN1F+QpJXkU3aQ0IHnAaiXseYDBzV1ewv1P826W2n1dtHbKFCrzTW6rrLCz/eCBBYbAQrwYrtjbG8uAXt7T9wR6KqnC1ZcKMAfW3Dum8g2pMs0Tr3iopGbMi8UjhtdODGLrYPePYDS+28T71XxOmbe1PGoYAZ7cwHscOH4+31TRHbEy7kDbyuAewfnyv+6aDxM/79xBE63U0FNN1HX9WceZTzE8+rtoPcLQD0quDFychAwZbwIYnxVSGChE6AAL/Q7xPaVJtCFt1kCZyI9Z7l5DZy6uThFcEPRVd9wUX9xKERaXH7XRP3Psipto/cpBfWmslagHfY4y7O5A+83AP4ckC+7aLwsQ1D3INh/O+5AIdwfnB60Q9e1Hv2TapAvA/iiC0dv18oT1tzkC0PegYNXwTT0lwD10gHwkrVwvpo1iAjup9o5CBzGdrtwopmA0g8HTySBBUiAArwAbwqbND6B09B70wTUp8yV9oc/mVsXkN+4aCSnbS8C8KQiYe3AK1zfDMX8cwBeZTlHWWkF1cBFfcIaHBTuyQ3LvA3AfcvGTk5megKQ6Zk8xjT0zwA8No1TB96nFfBkQB0ugVj6AwYBPt+C85qMgYWfvCJt65S1LcnsIfP/W3SPxn96eAUJVEOAAlwNd9Y6xwTi243UzS7qR3TRP10gp6SJcrL6tP2rGYJR0gIMpolTIj4l8vvKjwD1ZEB+5KKRmj3JEuroWoFc2ULDiuY12toN8H4/APxzikSr7DR0B7HkDjO5izrYyECgLnZRf3JRvcFUttyloA62p/aL+jOThvEaEtjbBCjAe5s465tzAsm9o7bjTliZH30pfzo0mKIt+rCPYSkW5MmNpoT9JhbVG1rAJtWh/mduW61p5dJWY7C+mxY7ur8VkHDtOLp9utydgLpNMPjZHnzxlHVY5+8ZtgYMOv2wuKjXwgxIR6XkI/ZPF2BnC86Il7O9lpyw6Pe4cGLhQ+f8wWKBJDDPBCjA8wyYxc8vgeF2o8GzFWrfFmCHAsyHfODCmTDp+woEOHMqdFRUsMWFo+NKZx5jCLXZ8pS719Xk1E3s9828xnbqCv5/3Is6reF2m9vo3wbIfRMfiLtdOAcH258GqihxQpF124X3W4E8BFB2NXe6cO5jifg2AAcMtysNUxmWGbTM79PH0klgdgQowLPjx6srJGCt7f4Q/trj0Pt4OwZPaGP1xbblmJ95yPfuzcxnq8tZj96ba1CfLPPhDy033+M6C9EncPvqu3DXRgXsEUCnFCwSVCtnsecLk4Jc20TjmJRBQmRVlxmA6Ou76E8FMahjx043YZkWCaslnuPMKgwCIQ6SOyioe5qo+1Z3GAAk2gfcgdf2Jw1KzhxU+IiyahLIJUAB5gOyaAkYi20Fdj53Cvv/d9iRERELplbRa8KJ9pfanW7D+6wCXl0krGaLU/F5vfcA6gPF5wVTu+GU+R8APECbwy04sfcya306TQjTUhi20b9TQQ4tmAHwnctCLrnTu/MkwP596+I3DxcccJkZTAmwC5D9dLSuuGOd2YpVvMVr0T7gbPiSJ0ABXvK3eGl20BYBM90qwFuTYRS76H9LIM8ps/4beuzG5kML6Gm93ANMtFwc+8Gh5Rc4KhULcHzduY1+S0HWJy27vOls+zfDRAE/aML56xSreMqFY0Q2+jm5hl4UFauDdAezJKvyAxY/4lfawMl2WBtZJzftnsStR67D42Prz0vzqWevlhoBCvBSu6PLpD9GeGynnoytMVMAJpK/aasQGBxqxUEOt9jWwsxJGqRMC2rbgMG1gJyjUNOhGvU7szOMhpURBcu/CTN26DLCojD4NlB7mp6ezhLzDvpbANEpC83+4LtdNLTHcOxIt5a9XQD29RuL2lebWPWSsO7LXDiPzHqUOhha7nmPWxv923Wc53EHIlltT84OmKn15IBlmbwC7OYSIEABXgI3cbl1wY4MZa37pq6fJizl6/U0byJS1W4t0HrParFQ9CZ1vtt0oe/fFXoK2++U7MTgSadh9U/S7lEodqmBJZJJEgrWr31LMS9CVQeeP8WdcOLyRxl22WGbYo5QybZ34V0lwHEleP0cUCcWn1fsgW5vMxs6ZG3eKhj468RlonMtt/eE/V34BCjAC/8esYWj1pzZjqNF5xaBHA6oW1zU759iPUXnWr/FpmK76N8tkIOKhKKN3h0K6rDi8/w1Z+tQMoB611qs+oj91zCs4/uaqJ+WIdBmCvY8F84Lsy3SIGmDAq5vwnlQwXlWYuTRvcehw5OfOSqrnC68M/V0fzGH/tsU5GNF55VZUzYzHsPBk5zponFy/O/yNy4a3+ILQwKLhQAFeLHcKbbTJ2C24wQ4ZEpPnQrkZRnTz/Yaor8lKQ1jF15PJ4wvIRS/BPDIEudF3r9d9O8SiD8lHOw3qn2qhVVv0dt8FOS+JdemM/cJd9C/GJC/DEqv+XtucwTY8CjtbZ0n5pOoH2nyBQf3pv8eYPAKQD0IkAMApXnrb8yeAeTda9Hw4zknjzJBUBJr3WbAcdMAOML+iBXdG75GJLCQCFCAF9LdYFsKCdgOQ4HXrKe38MSmjzvo3wSIZQ0HuYBzxESnEfyHoo93B5vfAQz+tfi80SnVDjwTRtI0ozBARrDGqfSatH5Ps6bYzT5ivdadOY1uRE5XXiD6ufuhO7jmNcDUf+Zkjyq8h+FYZFpBzmmi8boOgtSI47QruQwh2PN0hX2+WzZMZ5lG8hwSmG8CFOD5Jszy54yAZf3a+2Fje01nkWpPJvGFI5PRnJKNDwYAtRe7WPX1rI7lWXRdeNcJYHIRFwXf0Mo7LRC9R3YfBfWTJupPNPW2sek8hdrzBXJ5C42/CPce39myAlnoc9vobVVQeq20UPQzPK5XhDGwk9+LScFgm0LtKgV1ZhP1c20mHXj3ADjQWnfW2ZgOyhJvBXygCWdNGtcMJzJ7hmOPgqrpfcwCfKgF591z9uCxIBKYJwIU4HkCy2LnnoAd3cmUbgRDAdeYTEiA3OOiYQVxyA5wYZcjkC+20CjKBqRFcWSbT1x4Slt0/mXZHs7+WvJ3m3Cekdb3ZICNNPHcAO+7A+Bpgfiq6wF5UJlp72Bvcn8aEHtKW1vjXxPg+Qpq5UxmAkYHNP1bANE5g61vkXzVReMlCTFPDerRgbcDgE784HMsG4Fs7p9OlkgC4xOgAI/PjFdUQMCKA/xDF85fJQU4/ICnBuEoMy0Zhmu81kU9FlUq3QKW21w07peFoYO+3rZUIHT9gUCiPcdJMeuid6VAHW//Pb4O2v8o/Dy58JpwGoGl6+1WQEwYw375a8Md9M8F5CVlBNjqmxbuX7mon2gxHyfCVa6Vr8u0Zi1uBHCkqUdBLm6i8QT7nLS2t9HX09k1QOmgHXpbVeEWsAoeYVZJAiMEKMB8KBYFgXQLsPdjBeV/oAG1w0V9JDm9/rhrBUlGl0oX1uwE9/r8dZAHrET/D/pD76LuW11pRwdXnwtMlxI6y2qDwuCCJlY/K0twOgj27Qrk9wrqIfq8pCCFnLa7cA4MPZphYjafjM0PPByD63Is7mhKNy3EZXLQk7c1KuyDnvLe5cLJZGWdFwl1F72NAhVFLdOZnxSUoyN1pTvb9W4FlLaitZn/CQX8I1B7p5vwOl8UDzobuawIUICX1e1enJ3toLcLUH7AiBSLsMipaCxrbQbORXpadscknOPWQd2g2/gG/PyYY3GYzr2b+X4l1zTNdLKC2tpE/ZC0AUcgVjoRgtnlJDe6aOh9zdFh75fNEmiBfLKFxj9agnoLANuiL1ybBuAnZsh7ooK2rHi7i2NSvZ8Tgj4Sc7oL7xIBHmPXkca0C+9/BIhmRcLzCy3vxfk2sNVLiQAFeCndzSXal7QgDGl/S7dGs4M8pKxxhkZUUFKQtxa7FHCrAv5nDZw3DqdLxc/3myHY4V7b2kdcrHpnRrv82MuJAYWxQP30iQBSt05liXMg0L1tgPJnAgbY8+q1ePDnkwJdg9q0BvXjgvOjtIi+YIVl3+HC+ZO0dn8A3vOmgfOTW5CS57bh3aGAwj3TYRtEoF7XQv3sdFb98wWD54VRy0aEtYtNLxTUvq4g3xSovynjbLZEXxV2a5ERoAAvshu23JprC4pZyzWiMYnvHLUSz9IRnnSGosiiSwhOTOjs7TjGUgJwOaBOKBO/uY3NL1cYfEEwOKeF1a8ydZ2O3ounoM4JQzvGomGlTdW20duioA5JmUK2PHvlf100Hpa85/kC7HkA6gKZbqGhBwixIwz+cQ8gW4w3tkDd1UL90A42vQuofajAct8O4F5z4YAVDhjuAtTBZcsz9yzJNOzXewTyASuRw+dacF6z3N4Z9nfxEKAAL557tSxbmoiAdAWAB4cf2F+4cB6tf69BeWtQ9x2RRgWn53/gE3/XFur1Lpyjk9Zh+anVfM9qO05xmmi00fu1gnpYulORN60CC7ggeYJc7qLxFyl90H9KnSJO8EyEoSxOIlEmapWxaks6v427RKCTLviOWinLEX4M6+Re8WX54rDTi4IABXhR3Kbl2ciOnzBBDlVAX4C6P6saCJPvZDT80Mt2Fw3/3wkx+jKAk4wACmRLC40o2XvK+X5Qi7LWWL6lGCS0T9nOE6bd67UEan3eFqS0tnThXSjA09NEvYOetuQfHvyWnqZvKE6jzMqIqxHwa7HVOQaHfUgw/ShA7qP3KVuWp/HuDrNFqdNc1P0sTxnMC9drAwsX0004ek/y+wG8z+YTtsuPYd1F7yyBemOZe7k83yz2eqEQoAAvlDvBdmR8nHUkKO3cGu1HHUkeYD7MCfGNpbLLWk+NX1Muy4+OONWBp9eAf+qi/visWxeKQpRbNzH97a8TK8jTmmh8P2swkBSRYRlKO2PV0pzS0sRZ/20ovupuF4fJAi4AACAASURBVPW0jEmZUbD0YEiCwdAsDyUKotfW/58L56TQUzs3Uplpu9kTbRpg+qOAbwrwN8Aw4pkZTAwgl65F47GzbDQvJ4F5ITD792lemsVClzuBNrwpBUzUgH8e6B1AQaCGwn2+HfTOAJQfBcmymEpNc1oiNeKROxPLzXgsj67zmmTywciiBWckfrMWFwH0vt597QGGXWZoFV7XhHN0B96FAJ6uoH4mkMelZDmKBiR9XHnc/8XzN2X0aZsLR0er0vuKb1BQRwy9rs0VtU+6WJW65m4xjN2rNvpbVBATO+WbowYu6qlxunV5XXi/F+CEjOl6O/FFWmanQut6ub9r7H91BCjA1bFnzTkEEmkEtRghbS9vPDhF5NEbm0Y221SKPHdD0fE/6EXT0F30p3TYw4Jp6GsAObpomjlnYOE7kGnRmsQXjlqHdTck+htZrLZjln1OKIi++Aow0GvLae1pYdOJB6D2cwXlCURP99vfBn8tOllu2u3rwLsDwGE7gcedBueSvIfc8sA2p2V5fecOoJKe3EkLuehe8kUkgaoIUICrIs96cwlYa5V6qleLUKolEzo7WSn2crfuFFpDZbIU2R94OxJVhiBFa5ejFmcs1GOm9TYqrsH+XzMdraDOFshra8AVa+A8JD54CXIYCwY6c9SEtmZNYA67PUViWGbAMbR+VW5WpoRATrpw9k3Un7CedbIqPQBr5O2rHlm/N9zsbVd87UhgIRGgAC+ku8G2RAQS3rr671nZgKKp1QnsetR78dBfZQjhuNPQewTq/QpykoJ6oGBg0uuZ4mNbjQC11UX90FGRzU82H/TTD6G4n77WWGu2tdlGv6Ug2olpJJmC5fFrX2uY6C1aR1nbt1LXeK214UzhLGf99m4C1P0HqP3TWqz6RBnrN38bVnDPQ0a509QFHAoHXnz1SKAKAhTgKqizzkIC4RqoP2WaFVihjd4dCuowW7iyCu6g9ylAvUknkm/B+Xi6SPcuC72Iy7wXJg1g1rl+GEYFda1AYjGdE5Zn6GQ2eBFQ+4b+7bnYedi3sP+d9qDDthDTHa/UdS7q/raqLGsyZLqrFYaGDBzJEO0VVoDbhNMdHUQEa9ZFU7lh+alLBSkDE738PeWioWc3Ro5Ri1x+66Lx52nnbsCm8waoPV9BzhCoU4zDXRazwoePJ5DAXiJQ5kOzl5rCakggINBB/xeAPCrkEQmdLQBd9L8okJcZcQZwuwvHjwecLcLa2oxb0m30vqagXhRf8ww8jMfdx9rBpjVATW+RibbkDNuivX/V+5tYpX+Pjg48ncc3Wku2rdFgungYztKeijYFZKTpi4Q15fp/dOF80tqn7OcbDtbY06d4y1m/Xh/AKkHtoy2sekfBfRhnNiKa4cheSx8OEIZBWvY8diX2+Zl1X2914RzOd4wEFhIBCvBCuhtsixHgKA1eE/WDu+jflcxwk+d0lCPAoTOSWqsgpyUcjZJrsL4DlELtq02siqXGS5afJ1AtXPW4A7Di4uEeWcEE1Dlr4ERRtMLrdWCQB4UDkCjec1qoypmIsom8pbfqhGvq2svqm4DUddalGvCZNXDeMNq3YA25jPWrry06L+if3tOrppuoj0TqymJr+KWVnxyEmGdDIJM6bWJQZrl1ab6CJLA3CVCA9yZt1lWKgJVwwKwB+hZdYn3UWvMsLRLXAvBFLjxEMPHqFo7VISRHjjSLM/283g2AOlKg/thC/b55ZUUVB4rip1ZME3AjKtNY8ZRTccxFoXCF1uBw6jbDKk5zSLL3RUeDjaJpY2st/jSB/K3y15SVzm4Ubhvyd4eZ74hez77LRd1fFsjgMIb1G4/MZfqqMP2dJo57tik/ya+Nja9XmPjMcHYkWGMvMzgo9YDyJBKYIwIU4DkCyWLmjsBwGnbwQherz+vAuwfAgfoDmkxCn/gIR3tYk60xgiYQ6KD+ZT/GZaZfbXHM35YUTIErYHMY2ctvpj8HnJLDNimubfR2G4suezAST66Q4KP/eYkLR+8T1okbLgXUowFc4MLx0yBa5ycDmaTeYMv93PZEt8/Vf99xIA488WTc/8qyPEOmI0sG1hS9Fnrf6S38W2yKObn+G55TmMFp7p5ilkQCxQQowMWMeMZeJhB6vUYeuR30rgKUzt4TfuTlTBeNkxOCkRpGsoPeDwH15OBctdtFfb8xRcDPwQvIj1w0wnLSgRSV24Fn9vV+zYXzd/HQkX7nBi04UUAKy7PXt1jb8G5XgJ+lKAhxGSReCFujA1UYgdN/itbEh+XIe100Tk+KsiXm02Goz6iDQQgy9ewm6hek9TrNAl+PfruGwSlZ2aIE+FkLzl/mPVb2oCt5niWuAwX5kHa8ypiajp6JsrMZe/lRZ3XLnAAFeJk/AAut++vRm6xB6bXXdcZhqYv+6QLR3q3aer2lifr9Rz/K/e2AxLL0ZHsO93YE06jp2YZSPvhlY0T7jkh5CR3SLPgOehcA6hlhvfe4cO4dWHZ2xCx5hwJeFlqs+mdjofrvsIL8t0DpaVn/35aohuveEnOy6qJ3vkA9z1jfVp91X3cD0NuiyuQFLjWb0EGwTGCzFeCqFhydXGPkKDGYMf0f2ZplCmtj08cVajpi11YAmmnMqW2hPftsz/IjQAFefvd8QffYBJfoYePxZ+NvNurGdrH5t4LBQ7PCNiYsut3A4Hyg5jtO6QAULawe2epSJvGADSpPEDrw/kMBT5Egqf29QhHcfjU2Peo/8NyrMgQ9K6ymL65uaAlbVjD0/toaBnoLVTTdq6BEfC9muVlB6YFJJEj2AKQGddYa1N+cYGX+qcu4pYXGERvQe84A6ltF4pu1FJD2cLXhXa2AY0yZXfR/GobL9E8X4MYWnAcMhTNI1TiB6ePei+NGQmZafdgBQK9Hpw4COvDC2Qvt5O0HU0uNAragXwg2bkkToAAv6du7+Do3FA31Xy7qz9c9sLfMpOXWHX64/Yw50VG0zltkZSUEuNSaaDpxXxO1AuwB5D0ATg/Xcn/kwommtTvwtgE4ICzDCkIRCa6ZgtdOX0awTIYoI8rmv+bvfnFDi7i/AxBftJJT3vpvZaZqzT2qYXD+Gqx+Qd5T1kb/FAXR094jA44uel8XqBcOr5c7XDT+ZMz7Em5TU1uSzl+JvcRajOmItfg+CUu6xRTgJX17F1/nLIvvJhfOkV30zxKITi2XOdVoWUTRtGSeUFvnm6nJq104euo4diQDVViWp26Ltjh/eSsm3vERHKO9q5PX+sIQxl/W71nGuyanumhEqfosD/AwfLPodeN9rVSMUKj9WDB4Ylihjvz1SCPaJmmF/V89Pd1E47l22QLc1YITi9xVUnzNOrGf+q/oCSvystbXd+F9WAC9dzhiVIN6zRrUP5dXvh0DOm162fLgzo2DXdQH/k4C80WAAjxfZFnujAhYDkO7XTT2G0511g/uoL9VofbzJlY9JkXwYhZqkfWbFG1zfhuezkAU7h31z9JCeqMLR4d01GIxJcEWnMLwhpbn9WQLDS2i/tFB725A6fzF/vunPbMnUDt7DeqvC34PvKUToq0HC34KQYG6XUG0M5a/pmkLp+24NbxetgPKWNZRliiboRHnZ2HboQ/Hw/W+65GjDW9aRyZLS/+Ydn4ZQbevs7YP6abnhp4ccgq2ZKVZzfpvCupugfhr6voo+1zM6OHlRSQwJgEK8JjAePr8EQi8Z8UNaxgIBu9RqH0QULe6qB+eNTXZgaedhlaa0IbjTGGaD7mtdsGcptrSytjP2kZvq4K6d5ngDlmZeoZi7IttdCjI9wU4EUH51+psSrZ4mL6Fobr8Nc3h31a8roaps4OtTvJtgXpOwmrPSukYDl78tdJxvgn+lqomHCf5VLTR0+I3luBZg4doWj1rJiO5hh+kTsSRgGx30Tiwi95TBep7h2Lfh27Brl8Byh8AUYDn7/1lyeMTGOdlG790XkECYxBIeMqOhKDsIMgeZH9EN8C7emA5+ISCagT5cheNv8hrQl4WnrzrNsD77gB4mrZH07IL2dcOnYGKE0pY19nOVPZ2Gl8spzGYmkDND06ihWsADGqBRR2zisPyboQvTsNoUJYln+ymNSCQab+qYApcH3sE0lfBlrCRb4dZoA7PVQqDbzSxWof5LDyS1nIHvXuCWYL0CFaBdYvpJpwomlYihaW/np7cL62AdU04sXCghY3jCSQwTwQowPMElsWOTyAphsFH3o+sFK1V6g9vDbhmDZxj16P/1hrkzLTp4KLpzy765wnEd/LS4RlrUL0BcIL+1zhWkqlngD2vXosHfz6r1x14mwEcm1V+cj3TFuJhRiB/XlpPA09MQy6ZgHrsFGTXCijfuShYb/XjWGtwUSxra1o/CkNpt3OAlU9YiwfpcJmxo2wygw76FwHyhFCUo2+KAqaacFKTLSQGKCZf8UktOF8xv3Xg/QDAU5LM8jzYrel7fVm07cgwEMhvWmg8fPynk1eQwNwToADPPVOWOEMCw4+n3lajJzBHxdCeXi4S2ZwpaxPSMWa9rkf/pBrkyzMVYYFMKyh/PzKgooAa2Q5Y/jrvH00SCXt9WUH+R6CeGqKUacieiSCucczb2drHG7hahwJtBiXWtK65K/Zse7Tdyb5llueyLiYzY1H8mmGULgDnAtDbwMz3JbUefb0RUwVc2YTjD4BSBgK+VT4NOflUNM4M+5RaZhe9jQK12nAzU9jhuvtBAO5yE85nM3xceRkJzJoABXjWCFnAXBEIPqzKbJPR1u8OF/XIeUjXk5w6zbNWu+jvEMj+Cug14azuwNM5at8StnfKzbDOjGgp4AdNOH+d17/E1qGsU+11Xj2lq8U5L41htFZrHJ9C4fWtuoSDVnL52v/dEmzTJj0la8Vwhp8VKUXsIme2SXzhyHVYd1PR/bUdv5JrtnlT/MPIYGqni7reP515JJ3LCkJ+mjXtXS7q/parUOx957YyHvJFfebvJDAXBCjAc0GRZcyaQBveMxRwATBxJjD91ryoRUWWr90YO7FDMkpU/ge/H2YkkrtdNHzvY3O04ek8xIfGHZZ8T+ObrdCQ2ob/WRP1zJCLKVPuRmCjusIpZb3eaVvUyaYnPaajfyfXQLUADVB7Vw3TrxaoY4DBgQo1U3aUVKGMSHXgRYEwalDfX4P607KYjvZVbkEYOKRMXaGAltpm1oGnvbj1PUtmuKIAz/pNZQFzSYACPJc0WdasCATCKr8F1J/pgqaBd50K51/tQrvwfiSAvwe27Frt0KItlwLP1DecHtWOSHKjQB1li64Aky040fai4XW9ywEVrTPWgCvWwHlISXHyp1bX45rX1DD1n5alnBTZItY68MdAQdXG9GxOE3dd90/iQUPMAGU8i3KmTm+hAEczCcVJLwKP7uEApHchoJ5OC7joseHve5MABXhv0mZduQTCKeitgBiLMy9coy6rcDox8cEvLdpJEQ7+7Wtg5tR1snMdeBcC0B/98FDXuahH24pCUXmwjhQ1AB6hoHTC+MgK1Sb4WjgTyT6UeIxGLGKBuqsG6LCOhwtEp2S03n3Z46Jh731GF/2bBaJDa2Z+IwRyeavAyzyFSSyGc9k9xXboy7xtZh30bwXkTxX80Zyj80nrvcDj7N8uwZenkMCcEKAAzwlGFjIXBEILeCrMojMS+aoDTztInaQ/rgOoP1EQPQ3shy9Mq39owcq1u7HnOSux8gp93hTw5PfB+VFRm7M8k8cVni76/ymQ1xbVV+L3caxgvQ58KSCPUqjVzBalaCiQ2MKTV3cX/SmBZEyBq7NcK8Z0Vjk6iArCgBjGE7loj3RyECSYPqOF497TgRdGMFM3u6gfYdeZ4qRnQnpGa9tlZ05K3A+eQgKzIkABnhU+XjyXBKwtJGoa8uYJqE8pqC81UX+5ricZ3CF/O0qUSWjStaaJLWeeK9yMaeEuetcIVGipqq0u6ocE1mr/YkCiNV09EGjCaWQx6MK7VoAHJqzIVBENkyro3y534TzKlHka+ttrgSOZPubkfbX2617vwolZ5EPRG2ZiCv+mg3v8vInGYwMW3i0Ikk+EbtmDC1ysjuUUTgpoxnaxnXmZl6zY4H9wUdcs/SPt3nfQ14FLHmT2+ib2BUfRxSjAc/nWsqzZEJiTF3o2DeC1JGB9VGMfSduaacPrKKAJwI8RnbzGduTpwNPOUHo6N3WK2nLM2uXCibxk7Q973vR2G5vOA2rPH748cqOLhp8coYPeZeH6r70fNhYwwr7jYU5fHYd6Lt9Fnd1Ir6Hvfh8alhfwpt8CNbMWnVbfyNR1VqQr04f4YMUfI/zSRf3EkOUfAfjxovMGKx14v0fKHuwO+jsB2U/v005OkYflx5yqgn3Qw7SLXfS/KJCXmcFcmXjifBtJYG8SmMuXfm+2m3UtQQLJ7SxxCyZw+klaLx30bwJEp+G724VzcAcbPwpMnFy0Ppyc/myjd4WCMrlpt7twdKzm3KOD/kcB0XWlHMWxjK1BhElwYP6kI1uJYDAAJi6ZgDx+DIEeZ5o6teVaxBTwZReNlxUxML+30fudgrIdzaL9ymW8nP8F3pNWABfp8iYxecK+WHmeXsPNHwj1/qig7iNQW2qQmwQ4QQGfa8J5TdqgTu9p1ssbtIDL3lWeN98EKMDzTZjllyZgiaLvCayD6Hf9BAyBQ40Ad7ZSMvCkTDWWcrayHXPCqFvioq4jSJU+2vB+p4BMD+fA6pKbjIU8FIbRKV7taa0wcbUAxwGD+5aZus5pqG/9r4c3nVj/1cL4B0B+NYEV7ntxbCzfbgeeDlvpr6uGChpLmZgHJtjXK/tYxnyhk1yyvETgkMLri5zs4r8r38GPAlz68eaJ80yAAjzPgFl8eQLWx/IiF44fgtBeFy7eehLUNc4HdpbbYlL3pXYD7+e/lllvAdI5hGUQhpUc512NBeeYQu2V78OqL47T1y68XmiBhjdQrnDRGBlotOHtVMB+w7vsb/+5Gv4eYx01tNhT3X5COhgOTMreRyPaNeB7a+BYXufAemx+Rw2DcCtbsMWtbLnln1yeSQIzIzDOSz2zGngVCZQkkO5Y4xmR2+bC0aEEU4+yHrXxj31QtoK6TSC2xZlreXXR/4kE08L62O3CsQSosH36BC1S+n90bOa7FWTzAOpzNeDfksFCkhGgrNJzp5p1SMqgb35MaPswe2lLBd3owPullW9Yl3MdAB2bO0rxF/RH3e6i7jtlmaOD3rYgDWJ6QoUkqZS+FlrAuoyiwCzDQdzEvwHTbxPgmS04epDEgwQqJUABrhQ/K7cJtOFpay+2zjtMNZhvSdmWsi6zyMrpoL8LEB1EI7avt8hKLJugwPRrHdY9YCVe8Yfw36mC0kbv7QrqI+E5evl3h0AdaF7OacjkBJROalAqDGVYjp+EvhXfR5wn2vq3KQBRdqHidWd1t4t6LEpYiqjqJA++53jWPRmGpNQdrP1rE6ve1UV/k0AaCmpnMydMpT1lnban2Nr+pAcJ2qnrXkXPBt9KEthbBCjAe4s06ykkMExBJ/e4aPgWli14CrKpiYZOhRc7bMu5De+fVGBJZn7wN8DTmY9yHXw68GzHKP3xPh+QFwQVp3vlJttl758VqLUt1NtZbTcCnRS9MMuRyRbkZ0Iyy7MC0Tl3bVH2BTYh2FCQ/xaoZ4dlR0kMOujdhHjwj2TzrBjWvgPTNgHubcJijiNkRigFE69q4dhzTEVl4kjnCLffPpvRqJNe4BmtpV2Fy9rjtLvwoeUJJDALAhTgWcDjpXNLoANPB8rwPZETMYy1APp55tM+nmmRkYYfdrnIRcNfT9ZHF5tfIRhoASg1vdmFt0diVqG/xjkSmjFFWI14pdZzGq558gSmfjhKUKKUgQnx1SLspxk0qQdNKsIB5NIa1GOsTEgxUbLqyPVMtsTwDy6caM9tso1tbHy9wsRn8gY5aU+GleRCO9Xp8sMwnuorLuonZV2jG92CE/tWDQdm8mYXjbNMXmj7+ejAM9ugYmviZbyy5/bJZmkkkE6AAswnY8EQsPb6JgQ4yJaTIbS+pZouzFFChW0uGv76cdF6YRJGFxu/LZjQASZ8QdUjgYyXRltaGxWUtqz9aVyBTAZrsMPUhGnX21OnlsWvvZGj/c5GdINkCr53UyTE0xhMTaC2wqy12n1MTs0P+5eZ6N6kakzde2vzsQT1x004TyrzIBVN8acMZC4D8Ai9O8kEVBlGOIsHQglDmQ5c1P2oXVbfw7GLf1cK+1WmHzyHBOaCAAV4LiiyjDkjYFmuu++Lg0+8HXf/r4J6VhP1C4xTjwA3tuCEgS+0MZVtzdpbm7RQz9RqSxP4Ljxd+bhBNDKt0JTQlyZo1fcBpdMiqgFWvNYkaTCiPAAGZquR/puJmxzelFDIZbsCLhKo59g3K2NGoVTWoVDkjGBvd9FI3TvdRv82QO6b/NiUnQqObzPrTcJfD1exVIN2W0IuN+gBjEBODtfX/Xs/gOqsRb01Zw8sCyKBWRCgAM8CHi+dewJBNKNoJ+l2AAckphX9D77+m9nHW/Qh76Cvsxn5H2DB9N+3cNz/LdPycaxls2ZsHJ/Syv8tfnvot7D/nRkhGRPBOPz0hiYXcoTEsoTNNLM/ABHUtigMDgvqFe19bIuhf73h1EXvrAHwRn9VNLxAIFtbaGjvZv9oY9Me5VvVxVP1VrjIyPpsw7taATrMpfWNGeb9TZvNyLsniecidVq/i82XCgaP1o5hgfOVWR/u7QKUP91d9KyUeS54DgnMFQEK8FyRZDlzQiD80Jq9rzHhMBUkplUL13K78N4gwL9bDdT5dT/ShPOurEaPI75d9O+SIINTbluyyuzAuxuA2WLll9FF73sC9dRhPAwTFyP6r7bnfgfUHqr7oKAuFchjwv7oQYpOQ6jXk7WIpm456qD3HkB9IIOBHghpTpmzBidj8wMPh5wB4NGAmJjXSU/rPS6cWKYlXV8X3nXhOnDJqGPRdrQyjP021KDOXIP6yXZwEQrwnLymLGSOCFCA5wgki5kbAqFITQIwH+2UlIT9O+FnQipn0cS9pIPwhaa1CvKNJhovsltvzs/yXI6f27sAUM+Yqfi24WnP5nCv7oiFaKoKBXVEhC2xkxsBpdeMoyluY/UmokH56+nWYOZnAB6rxVph4mSBfDiIvzyr2NSFgyJdf14yjcT9sLyx8+952jaxDvrag/15Rfdobp5glkIC5QlQgMuz4pl7gcCo40xuIH7dop0unEhQkk3s4IoHw09DONzapM9po3eDCgTLHJe4cB5nfcBvcOEcVdRlMzWa9NJNE3Rg8EIXq89ro3+Tgti5f2NTo130zhYoE8/YpNPzp5q1MArkZgWl419rK9U4hfm/DYB31oAw8tNQrKywmyPTsHlC+Hqcv7qOE34RphLU2562KeCmaQx+0ELjH0d5B5ZqWUszbyq6jd5uBRUOxAafB2ov0Z7TeWUPB0+D37aw+s91+16Lbx7XwHFXlc09XHTP+TsJzBUBCvBckWQ5c0LAfJAFuEcB965B/fsa1N+Y8qGPBKmME1bWR7sN70oFHG+Xr4A9zZRp04w25K4rDj121W6BaDEZLrwGU7yqBrlwDRrPNOWbtIt2BCl7v6yCfNtypjIcQitafi3AZ01gD1t02vC2KMBPragg/9VE4/mmzqIpd+MAp4Drm3AelHezywxKrL5eqaCOB2S3i0YUUSxrf3Do6bzDRd2sj0dN6aJ/swQDG92/M5povEf//y42/7NgsG4A2bMWjZHp8Dl5cFkICcyAAAV4BtB4yfwRSNlCkypw+jwF+ZhAvTX0bs5IPeh7Sedaybo3bXg/VcDjUnqml0KnBLXTW6ivHQqHrj97OrSL/jMF8u2UqVwrEIbftlj/OuivBeQ0++8deLcB0KEyjeOV3iut90zr4zoXztGGmwB3teAcmhWxKz7lrS+Xn7toPKaL/vkSTNPGIoPZPMaYMo6mtdPSCKYMZCKruYP+DkDCFIpyoWsNTPR12evovY8B6m3DKXjZ6KLhD6xM+smyVvn8Pd0smQTiBCjAfCIWFAFjadnevkkLt4PeHwF1n2Gwjv4WQHzLLstjuqiTtrh8DDc/eBu2/QKAntrOzJubF9cxUV/KOrb3AwBPAeTXLhp6n6sWl1C40vthc0gK0VCAB1MtrNZhK3PEyvc0961v004FuUqgdJSx3Onjst7LZcXa1F/Gyzns0z0ADkyPeBUE7AjaKP7e7w42vQCofSP5bBQ9D/ydBPYGAQrw3qDMOsYikHDECtc9h9uH0j7uXWz6b0FNh1tMRtGKAjjkNaKMsLTRv1MFQh95FVtl6q1OOwX4g4L6GoBT88TM7NW1In6Zvbe+WWpHa0qz+kYFOMoiFF1rRdtKlmdZnN53dHKCsnt02+hvCRnc6sLxp3uzjqJp7fXon1SDfCkxyPEt+uJyh74BaYMRBUw14ewzkyQdYz2sPJkEZkGAAjwLeLx0fgjY06eCwVS4HzUZHSs1d6+9dlhkzQ2tr2CfcJkpyiJRsS06PXXtouFbo/axAZs+P0DtlQroA+rKcOrXj9IUBJmIO4ylDQ5yRDlVvG1RD53A7m/3dwM2/cc0an9vfRBkJ2qPPg2rdDak2FHWus2a1k5Ew/IHHAL1XgU5vYyncjwwR9o0fhCcpYn6ITqfdNB4Fe1Rnp+nlqWSwPgEKMDjM+MV80ygjU13KNTCoBKQSex53Ersc4n5OAfrv5huwrEz90StsiJBld0OkxtNyxTcxuZPKgzeXOSIVCRQdvuM9RdMufdPBuSjiWl0swUnmbVppM1pohzWFQvkofsTnhutR5s+duE1RS+Jj069a4fr3cB0y8XqD5eZMQjrMSkfpwXih4gMD92mL7lwXmENWkp5UFtr4n6/FNSXmqi/PD74CUKHWv34hQvn0fP86LJ4EhiLAAV4LFw8eW8RSHrBmkhT2rtVoE5RGFzQxGodo3nk6KB3FYL1zOhjnxWAv2w0LV1Qcto4i0UwQFDTNWiqpgAAIABJREFUTdRHBgjGI9e6NhJWkyKxaFo6K7BEmuewGQw8FzsPC6Nw6QAeLwRqX8+bIdBl1aC8AURvd9Iex1nfiqTQ5T0i2nHu5000Hpt2UhveOxXwYYGc3ULjdXkFDde85c4WGtG+7uF98pNm+CkZTQKLvfXssh4SKEuAAlyWFM/bqwTS1u4sgSm19cfOJhQ2Ps0ZqpT1ux6b31HDQO+vvd2F86c54ptrxWV5J+vyElOrZk1Y5xLW+5GjtgcOS+In2EuxlsM18yD9YdIaNwwV/G1RmXtq8yzcNvq3K8h9EoklrGAZfupC7Sx1jUCdqyAdnaBijCn+zJmLD+B3j5zGfmZaPMvzPbaeXnYpYq8+4KyMBGYZ7YYASWDeCJj0crqCtCnZgmAMfjxpOzhGWhaeDgLHpZLCUHZ6VOtSbL0xkVtYdylvy5QIBtPBunfgaGSLYRdeT/xcxvJlQL3UTMWbPbApsaJH2l0mI5Fpcx6bLnpaYI8uyU+v825poW6WFlKfnbzp+9Eczeke28P+yR7x19RH0xnO24PLgklgDAK0gMeAxVP3LoEMR6PCTD151ltZMbR7eio2PWF/1H6soLZqx54y1m8H3h6TltBY3wpqs0DqO4HHnQZHr2nHjnArThQH20ybJ52OzOAizWLWYrgO6x6wEq/QlrOehp1OG2TkWeKmUWF7osxTaf0OWBc7OOnp+zJCuA7ygJXoa0/yi5uoP8Fuiz2LkSfU9lJB2bXqvftkszYSCAhQgPkkLFgCaR/ZuId0umUTOml5TTiNIrFM+V1bz1t1MAvr419o/Xaw+RPA4C2JvcG6rJus1Ik7AOyfZjG+Ad86/lisvtIWmWT9AH4F4JEAfuTCeXIX3rUCPMiyeiPLuov+lHZ6CnISq5VpdcYt4VGP7TLiVeRwNuxDfxdyprzt+5Cw+KcECJ235IMuGqfoc7PqHfZJSQ2ybgC8X6CmWynr8Qv2wWfDlg0BCvCyudWLr6Nt9C5TUDpIhbX+GUwbK+CbAvyN7lV8irp/ESBPKpoWtaefO/DOVcCLJUiKkPpOlA26EZyntrgpU60F06vbQmenzFjN5g6OTsnrENB+usWYV3PRmnkYres7VgIH3fbIecxY8fnT/X0dJ/pRLhw91TuV95SF7SnMfpS2TSnpRJfmPBe/zmei72XpuNSL7w1hixc7AQrwYr+DS7z9ltPQZ5uov9ak/rM8hY3zz7+4cP65zNplngVlWWw6JKQOpqGFJRl4Q0/t6oHAHQoTv7wGd/6fo3GwV/Sxz7IoTfSv5GBi2JYoyIbWyitcNB6SYh3rP/mWcYo1mem0FrbJsLOcl4Jp5XCKOXVAYbWhlCNbOKUdW5tPPr5t9O5QUHr2wWeugHObcF6aPM+OmBbeTzOA8TNH6T3WAtSRMRha4q8Nu7dICFCAF8mNWq7NTK5VttH7nYJ6SMZe2RsBHFEkhOEHu6xoFE4/ly0vFLtYZC7b2zur3R14OpjEvdMEuoPeZQhmCbJiZvtr0Xo7TguOvQ/Xf6RCj+orW2ickCbqZnRTJttTiVmHbYA6ICWM5LUATD5h61EPwkmmPfsb0O8NIE44/f5zACcGAT3kKgWlY2X7kxFFbVqu7xX7vTAIUIAXxn1gKzIIdOF9WYCTwp/1/tpTBbI+5SOeGcoxrehADLM/8DOx7pIZfUatNl3noOli9QYrpKO28q4XQO9lHREnXUYb3pQK1kFTwzSmOauZutvohdmG/L9kbMOKR95KE2LDH5DJFcAr3oPG/xue1/sKoP4OWPFaF8d8Nu9hNoMQAL8DoAcOVjzqYXCV8Ly8xBCfAPCWSXznqJV4lu9wpqepE+va2100DuTLRQILlQAFeKHeGbYrImCmboOoR/JdgXp6DdMnrcFxX7ExmY9vuA77Xy7qUbo9+7zT0HvTBNSnylhH4RTsVjfH+9l47q6A/K0tTHadRnATe5MtpylvswDHJtvUxsbXK0x8JihLUgUlT4AtQfKnZjPiTOcIXeBcZq8TJx5NP1tUEEIzEMEN8D4NqL8aQA5XwH7h2nqotf66rHWke1CXdACL9h4bbsNUjtmZqvhqkcBCIUABXih3gu3IJJDilKOdhWLbVCyrLfoo6/9TAy5twolFXurA21WU2F2XtwFXv3uA6TOKhDq5HpnWkZQ+xJIZdOD9B4C/T7HsrQAXo6LSgXcLgPsZCzXprGSLs1k/t/dIlxW6a7G1/mk8crOuJxhweBsBlZUtKuNehjFCSkwNl22Xrih9OSKeX5ivFwksRAIU4IV4V9imGIE2vPcqYIMC/kOAN/i2IAZ3trA6FoJQ/z2cWtZbV3rhWqC/GFiDbGqi4YenLL91xtsNIHULj93AovJ0wIoB1NHhy5YZ5Um3/TasOOYjOEavicbSCXbg+U5GWQItwO8VoJ2zdrtwkontbS/yCwD1DCNcZYVOYeL8Jo59Qdaj2UFvUlvBk6gftQ7qhuzzvJ0A9isa1JgY1mkhRDvobwdEiz8E8pMWGk9MDsCKyucrRgILgQAFeCHcBbahkIA1Da2dilbmORXZ06xd9H8skCigAwDtqHXkuFl38hqYJmId+Ntz9J5d+x3LTQ4R7F9W5zdRf0HGHmi9r3iyBWdf3R4TiQpQZ7movznrGu0R3ITjJAYNvmUdbq8qbBeAm1w4mlvqEXovH1YkfG14NyjgyKLzivf5jjpZddD7IaCebCKIFT5UPIEEKiZAAa74BrD6cgSS0aDCq2LWnmU1pjgbGUehqD4dwek2F/XMnLZlrMNhnXpbEs4D1N/GRdfezpMegjJhvd0EQCdAUAr4cRPOk4a/9/29rfYWrJSQm76wBmvN+XuiraxMRbG19TrvbheNyLJO3rUO+hcD8pdFwtrGxq8pTLy46LyUGNaRJ7gCrhbgmKSXc95aeLmnjGeRwN4lQAHeu7xZ2wwJdND/GCBv02EPAdEORSbTUFr+20yLbgM2dwcYrMlohhave1w4B1tivtOF4093mmMD+i8dAG8VDI5XwEGhA5J9iq5/pR2Yomia2h48BAI+6nDVhneHAnwr02zHAgYXuFZWqC76PxHI48N9ytpzOjfPsb02nZVmMRS2kdSFo0xEpxfM/aaYMJlF56WF2UwmpABUlBPadjZzU7ZbzfCx42UkMK8EKMDzipeFzyUB85FVUM8SiB3Byc4UVLhvNxSUXS6c/dvo/aeCeiWCbT6zeR8EWPG6rG04YwhwbvJ4sz3HDEAKQkzqKWtVsIfX3w+d6Hss49N4MwHqvS7qp+fdd11eDfjcGjivyTrPRCob/q5udlHXe7z9I5iuD7YtlYlrPZfPIcsigbkiMJsPzly1geWQQGkCZprRXKCgbhOInx7Q3uKTHz7RTwyQadGtR+/kCagPShAFK0xoUNsODK4Dal+wBcZsQRrHokvrrB2QIyt3cSA8ehpa52vwoyz+0kVdB6AYOSxOJdZ3g9CZbWz+JDB4s/komOQT4wmw/NZF48+LBDhrT3MortPhlin9z5zMUTojFP5WhyYN68u10ks/ZDyRBPYSAQrwXgLNauaGQBebXihBMvko0lEXvbME6o1hDYURkMYRFMHg3S2s/lCRoNSAf18Dx7QhRRDTUx924P0MgNkmVdj2LrzrJIgaVbBu2/8GINprOVOA16PfrkHc5OAhzH38YWMVG/O4xCBDG9y5e6aN9QqoHS7qBxhQadmjciKD3QzgcAV1i0D0Gn4ht7l5+lgKCcwtAQrw3PJkaXuBQAf96TD5gK4tCu5vW8clLOBcy9AIhUB+00Lj4UUCrB2DmnBWZZ2XjGEdlu9Pl6fsy73BhXNUWllW34ssWzsyWEaYymDrUBarMA3jj5Ke3IC6Oy0widkC5qLh5+DNOkJv72nxkzeI79EdHBqF6L4/MG+QlNhTbcYHhfdzLzyarIIExiJAAR4LF09eKASM2Ca9gC3P3tz9tiW3Iekk8ne1UI9SE6aLoj+lnZvlpwPvtwAeqsWui/75AnleUJbscdHQDlv+kS88PT+W8nDNNtvaDNdIp4Dp7wkmnqXLzgrfWc6y9a1MXyVTGOjfdHCT/YN4zOoUhcErBbWjFQYHAsqOQR27PihUbWklskflOX7Z9157qzHm80J5K9mOcQlQgMclxvMXBIF1uPQBK3EfHQM4TVjs6FFp8Y8LHbWGYjiaJzcJwHYIyoLTRr+lIOtth6cMByo/eUKKWF4M4C+TMY/znLDSIkQJ1NoW6u0isbf7EQpeLIlEGCVMl2NniyrxbPhWrv7uFFnwek/095uoP80utI1N/6RQ+zdz38suJ5RoGE8hgb1OgAK815GzwrkiYJLOA5h24RhHHJPhRxtGkwow1qVMYNeJ78VDf1XGI3kGAlUkKL6whn3PjL1s6pWEVRgIzXDbTV77sqxHa4ren+IO/10mP6+u+1QXdT2AyDzCgcieZrAFK/c8AOe6KWkG9UUb4F09AI7Jstj1OSuw5zlT2OdbtH7n6m1iOVUQoABXQZ11zhkBIyoK+FATzrsDYertAtS+w4AVw9CFoQWqTytMVVfWuso6r4P+LoHsG3/J0pMP2EB0eSnrwiOW/jASVmwdPNe6H27lwh7t5X0gDjzhZNz/yqwbYieRKLpput0DyNvXovGxrHM76N8EyP0L1uhjfWhh0+MPQO0nwzJ9K/oiAE8psqSL2szfSaBKAhTgKumz7jkhMLTs5GYXDX+vaGgx7nRRj4JoGEcoq1I9zdlrou7HiE4ewXpy3OpMO88WYJOYwZxnr3GWtbzb8HZryz3cVhVFtsqoOyZWZQYN4+ybLdtmk7O4xHpy4fS/PQDpwIu2JAmwQwH3EgyerVD7dnJGYE4eJhZCAnuRAAV4L8JmVfNDIL6FZTDlYvU+xhkrTRDa6O1SUJb3baxderr1Fh30IRAfHfqxEXtPdDSnffDSjwATj1FBHl9dVnRO6JY7MrXbQe8yQD2iSKSGA4jAwUgw8aoWjj0n26oMpqcDf6Riy94qPxonZO09Tpv6LjMQyGprXpIFc40ZRFhMTa5f00+fdRmO8/PEsVQSmBsCFOC54chSKiZgb0EKg2doj+GDsj7ScavV34v76PCDP5t3IuaoVGQt5yEzAwgFeE04jfxze1eYzE9lpmS76P9UII8T4Gcq2INs+pzmsBZFnMprQxnL2xL+3IAZ9r1UUGc0UX+Pmbo2baD4VvzCsfo5ITCbj82cNICFkMBcEYhbTsbbNr7Nx7KyitZKdZSllwRJEZTes7obkNtrwI/SQiiGdV/mwtEZkDKPoildO9BGUEh6+5MVWGE6b2uibvIDp7bDCFzcSzq2t9oO7anN6q+4cE4qIcC5zmVDAVaXuKg/zi6vg97lgHpY1mDATEvrD9Y05M2nonHWXD03LIcEqiJAAa6KPOudcwImJ62C2q2dn/KspTZ6L1dQXwDU113UX5zVmFCsRrIupQigH1M5L4ykvqaN3tcU1IvTppWT4SiLxDo5mLC2OGUKYRe9rwvUCwW4qgXnwcl+dOHpXMpm327pPbaBB7Sc3UTjdVksu+htFKjVRvjDtuhoXcnvUIzjBng6/qYf5KQGXL0mJ+DJnD9ULJAE5pEABXge4bLovU/ATN3qEJIKtQ+GVuT/umho6yp2lJk2baOnHbEK1xtNhKoyU6PJetvoXamgjg8bF1s7Ds4VJNehLfH1E9ynJCbIiaFcvH46mgzBr1G3ZbuLxkFx67V/CyD3K+q7PcBIy5PchrdFAYcAg+e4WP1tq49mX3fhFP/ef+JYIwnMnAAFeObseOUCJZBY342CciStpzIWZhv9OxXk0CJx0SjCeq9z4Rydh6Yo1Z59bRf98wTyfJ3a0IUTC/HYgfd7ACckLW+9/SkM8RgT4S68DwvwTgFubMF5QNHtG07py3QYzSorCpYuSgel2h2mZrTPy/rGiEBe2ULjiwmhTaaXNCE1C2cXivrD30lgoRGgAC+0O8L2zJqA2QcsftoguQpQWqSiQwfxb6Kuk96Hoim/dtF4RFbFoRCVXN8sMw0dRcUKqyxKdq+9sePezf8C70krAL0XNlWYNsDrDQBHVzDcDz1aTk6fM9fIT0PvTRNQH0UQ5KToG2JHJVMC2d1CY79kvV30b9aJFVIidelTKb6zfitYwEIkUPTyLMQ2s00kUEggMd3pW2h6jVKgXmsu1nGeFeSQog98GUtZl2nWT7Os5Ta8d+qAIXaWobxcvXYnk45TaY5Uo6K2+RWCgb99STD99woTnwHkDheNPykCGJZfmN6vA+8GAEcq4ANNOGuyBV0v4+otXU7qN8fuj1nLD8rKnn4v6gN/J4GFToACvNDvENs3YwKWQ1GUcF4LQBiX+TTbeiuIzHQ9gKPKTkML5M4WGnp/MMJ8wfp6+13TW3v+EKQVVLtd1EcswmSnO/A+AeAtgUe2+E5SZdqjz7O39ZS5puyAwy47r9wP4HePnMZ+vzT5hUcHCt5mAY5NDpDG6eOMHxJeSAIVEqAAVwifVc8/gTZ6dyiow8KkObFtPR1sejZQ8+MJJ1oiNeDaNXCONX8fwyL0vaHD62KiK5DPtiwv4XGELhS7KMXgJCZPWIcTMkNI2v2xo0mFVuU9Lhr3zrZW/exOhdO+xqsZkK+6aOgtW6lHUT8Te7ijMsoMFub/CWINJDB/BCjA88eWJS8QAl30zhGoV5jm5AT51zGYVcZLEVrRMmWn18s5X1enPah/2kT9CQViV2jNdtHfJJAoIIeCXNtE45gixB307gGUTgmo18PfJMCnrQHHThdOFKrTFvky4ldmGjwsU2Pa4aKuUynGjg56vwHUn4d/jAYuCvKlJhovL+offyeBxUyAAryY7x7bPhYBIxjJHMJDkYhP63bR/55A/qogQpbtZDQNiE4EcaAus5yI9X4IqCcLBlMtrE5NZJ+1PxhA7racDrwfpCUs6OCKBwMrtQe1ef+jcspszdJ968K7RIDHKMjFTTTyBhipzlzxdV7/NhqPbu2oFU3hj3WDeTIJLDICFOBFdsPY3NkRsKY7E1t0+qcL5BQAmY5HRVOppmUdeDqK1klmb25Ri7PK7cC7DIDvna2gdjatxBJJUU6ro0wcZzsxgwnkUW7g4E9TFw4ywghWky04+3bQ3wHI/sm2Buvy3rQCamWZFTHl7ySwGAhQgBfDXWIb55SALTo1YPMaOPXQCvatte0YPKGN1Rdni1rx+mhZsbZEOyZo5vo0a314TW8PoHSO4dQYzmUE0qo/Wl/WfzPz7QroJ2NRd9A/H5DnCeTKFhqxLV42s2EfRA8g/J+CciWcFtcZJPyAKWeE1njhuvOcPggsjAQqJkABrvgGsPpqCCQsP/39vznMgFSQ/i/IZwtIriNTKOilrMTg3E3nAjXtyBR5bBdNMYd13AzgcFtsy67NJsQynEqXjYBanbO/VwfQ0PGx9eVTGIat1P/O+Z4M9zpbcautkKH5e6GreUpYKwnMLwEK8PzyZekLmEAH3u4wmETUSpNzNs8LuKx120HvDEC9O29a27JAd4VpDX0FLrs/OBDhjR8FJk4Oy/IFfBpy8qlonFkGf5Fgd9C/CBC9zqu/F3nfjETQjdF+WCEuY1vDyrST55DAUiNAAV5qd5T9GYtAF8EeVFu8TAECvLUF5+NpBZZ1VjJiPYFdj3ovHvqrhNV5DwDfYcs6Im9rF41Up6ysDmatb+cBKRLfRHv9oBtFW5SyykymFCyb6WmsG8qTSWAREaAAL6KbxabOD4EwtOKndOmCwbMVav+dDJwBqFvdMHylPm8o3OnbaxLCFU1Fd+DdBkBHorLevXgZZRysEuVvBWD29dpT2LlrqsOp4OnvNHHcswuE+v0A3jdT8e3C+6AA/8fUUcbRa37uNkslgYVDgAK8cO4FW1IxAcuC/OEK7PzgFPbXQpx1RHtWrVjLn6hBPXWAwREKaj/xs+dFR+Jdy8/za02PlxLR0YQMQdznsPY0J63wd3WXi/qhRejLWMpDQZdPN9F4kymzA89eKy6MqV3UFv5OAkuFAAV4qdxJ9mNOCCStT5PeUCdwAPBDQP4uzJc77rtjLNPSnr4b4F09APxgG0mLsY3eHxWUH+7SOJClAUhEwfLr7sDbAUBvByqM9azLHE981W1N1O/XxeZtAwwOsCHR6p2TR5SFLCEC435EllDX2RUSSCeQsjfWVzlAppLrsm30fqyg/EAUk/jOUetwsl4nTT2GYTGL98+aAtaj/9YaxHemSmY1KpoOththxcU2fxYFObOJxtvzngMzACmIlW0cyFIjiXFvL980EkgnQAHmk0ECGQTSglRkiZ41ff0LF86js6B20f+iQF6WZtXm3YhkvGSB2tJC/bBxbt7o1iv7aqUFeQAMvtfE6meFlq8/Ta2AbzbhPM+cvQEbXzLAxMmCwfHAxCEKOnR27IjWoSdxw1Hr8JTMQck47ee5JLDUCFCAl9odZX/mnECKcKVOI1vnbXfhJL2bY+0aCqqc6aJhthCNtD2chj46uf1HAV4yQEZWx9vwblCB97IuZotrCXcHvT/CT1ZRmNe3iOuUYPA8hdq3w3oGLup+1iYeJEAC6QQowHwySKAkgdGsQvihC0fHio6OcTyY7fXlZszDevOlgsGJtiiaadwuvB8J8ESryptcOKG4jnZknPboq7vonS5QOiSnPkxwjmmF2naBXK+gzgUGTxSop4fn+HGkO+jrONi+JawweFETq79REitPI4FlS4ACvGxvPTs+UwIpQmyK0oKlUwQej8ADutDhygo5qXMEB/oVHSrTitTxpgVykhXi8c4WnNApyxfSjRJEtNLN2O6ikWuR67NsSz9rzTcxG/AZAK/P87aeKWNeRwLLgQAFeDncZfZxXgikZPQZqcdE1QjNyaxUh/Z14qJ+CKDuLtPoNryOglrjZz4Mjm0AdNo//e/CAYC+oI2Nr1eY0GKqj1TP6C56ZwvUa8Jz7L3Gpmv/5qKeOZVepi88hwSWGwEK8HK74+zvnBPooKdTEO5rxEkBmwXq2FAUbYtWzKyunlIWP3Uh9PrsN4GJZw4weOjwZD/whx/juczRhdcTQCeVsN9pnYd3lwJe1ET9grRybIt2Enseuw4PvjR5Xobzli57jYv66WXax3NIgARGCVCA+VSQwBwR6KC3DVBh0nklNci6NXD+JWEpSxP1Q1SGhdtF/6wB5I2WEGcGygg9ql86KrrYA0CHsUx7v/UgYKqG2tkDyD8MLVqZCjMrGRoZ1+IrLhxdJw8SIIFZEqAAzxIgLyeBUYuxfycgyehSeo+snic2W3YEGLzIxerz0gi2sen/WGn6tJbucFE/YD02v6OGwYeTopsn6v+OW//sdtz9MwD3moG3swwgv16Lxl/wTpMACcwtAQrw3PJkaSQQEWjDmwoFN+c90/tv1fs34cpzGzj+A4A8EpD7ACqyYK30fzZdmYa85VQ0zipCnpgi1xqsUwre04JzsL42JSuUdme+dg0ck6SiqAr+TgIkMAMCFOAZQOMlJDBTAh30fwFAW5M6slap98925MqeVva3DP3YhfOUQFR7dwPqoJhiAwMV5PA1WZZi68WCwZYWVkee1DPtI68jARIoR6DUB6BcUTyLBEhgJgTWozc5AVULkzdkrL2qnUDtM8DUk4Dag4DBAYAygS5m8R6X26I0k37xGhIggXwCs3hxiZYESGC+CKxHv13D4JTQMarMe2qyM4VNku0CdT2A81tw3PlqJ8slARKYOYEyL/bMS+eVJEACc0agDe8ZLTgXzlmBLIgESKBSAhTgSvGzchIgARIggeVKgAK8XO88+00CJEACJFApAQpwpfhZOQmQAAmQwHIlQAFernee/SYBEiABEqiUAAW4UvysnARIgARIYLkSoAAv1zvPfpMACZAACVRKgAJcKX5WTgIkQAIksFwJUICX651nv0mABEiABColQAGuFD8rJwESIAESWK4EKMDL9c6z3yRAAiRAApUSoABXip+VkwAJkAAJLFcCFODleufZbxIgARIggUoJUIArxc/KSYAESIAElisBCvByvfPsNwmQAAmQQKUEKMCV4mflJEACJEACy5UABXi53nn2mwRIgARIoFICFOBK8bNyEiABEiCB5UqAArxc7zz7TQIkQAIkUCkBCnCl+Fk5CZAACZDAciVAAV6ud579JgESIAESqJQABbhS/KycBEiABEhguRKgAC/XO89+kwAJkAAJVEqAAlwpflZOAiRAAiSwXAlQgJfrnWe/SYAESIAEKiVAAa4UPysnARIgARJYrgQowMv1zrPfJEACJEAClRKgAFeKn5WTAAmQAAksVwIU4OV659lvEiABEiCBSglQgCvFz8pJgARIgASWKwEK8HK98+w3CZAACZBApQQowJXiZ+UkQAIkQALLlQAFeLneefabBEiABEigUgIU4Erxs3ISIAESIIHlSoACvFzvPPtNAiRAAiRQKQEKcKX4WTkJkAAJkMByJUABXq53nv0mARIgARKolAAFuFL8rJwESIAESGC5EqAAL9c7z36TAAmQAAlUSoACXCl+Vk4CJEACJLBcCVCAl+udZ79JgARIgAQqJUABrhQ/KycBEiABEliuBCjAy/XOs98kQAIkQAKVEqAAV4qflZMACZAACSxXAhTg5Xrn2W8SIAESIIFKCVCAK8XPykmABEiABJYrAQrwcr3z7DcJkAAJkEClBCjAleJn5SRAAv+/vTqmAQAAQBjm3zUyOFYFhHJAgEBVwAFXl9ebAAECBK4CDvjKL5wAAQIEqgIOuLq83gQIECBwFXDAV37hBAgQIFAVcMDV5fUmQIAAgauAA77yCydAgACBqoADri6vNwECBAhcBRzwlV84AQIECFQFHHB1eb0JECBA4CrggK/8wgkQIECgKuCAq8vrTYAAAQJXAQd85RdOgAABAlUBB1xdXm8CBAgQuAo44Cu/cAIECBCoCjjg6vJ6EyBAgMBVwAFf+YUTIECAQFXAAVeX15sAAQKfFh/tAAABsUlEQVQErgIO+MovnAABAgSqAg64urzeBAgQIHAVcMBXfuEECBAgUBVwwNXl9SZAgACBq4ADvvILJ0CAAIGqgAOuLq83AQIECFwFHPCVXzgBAgQIVAUccHV5vQkQIEDgKuCAr/zCCRAgQKAq4ICry+tNgAABAlcBB3zlF06AAAECVQEHXF1ebwIECBC4CjjgK79wAgQIEKgKOODq8noTIECAwFXAAV/5hRMgQIBAVcABV5fXmwABAgSuAg74yi+cAAECBKoCDri6vN4ECBAgcBVwwFd+4QQIECBQFXDA1eX1JkCAAIGrgAO+8gsnQIAAgaqAA64urzcBAgQIXAUc8JVfOAECBAhUBRxwdXm9CRAgQOAq4ICv/MIJECBAoCrggKvL602AAAECVwEHfOUXToAAAQJVAQdcXV5vAgQIELgKOOArv3ACBAgQqAo44OryehMgQIDAVcABX/mFEyBAgEBVwAFXl9ebAAECBK4CDvjKL5wAAQIEqgIOuLq83gQIECBwFXDAV37hBAgQIFAVcMDV5fUmQIAAgauAA77yCydAgACBqoADri6vNwECBAhcBQZh0KmyhGWvqwAAAABJRU5ErkJggg==durationname
duration
length
number of channels
sample rate
samplessamplessoundvar base64, binaryString, len, bytes, i,
arrayBuffer, audioCtx;
if (sound.audioBuffer) {
return;
}
base64 = sound.audio.src.split(',')[1];
binaryString = window.atob(base64);
len = binaryString.length;
bytes = new Uint8Array(len);
for (i = 0; i < len; i += 1) {
bytes[i] = binaryString.charCodeAt(i);
}
arrayBuffer = bytes.buffer;
Note.prototype.setupContext();
audioCtx = Note.prototype.audioContext;
audioCtx.decodeAudioData(arrayBuffer, function(buffer) {
sound.audioBuffer = buffer;
});soundreturn !isNil(sound.audioBuffer);soundchoiceswitch (choice) {
case 'sample rate':
return sound.audioBuffer.sampleRate;
case 'duration':
return sound.audioBuffer.duration;
case 'length':
return sound.audioBuffer.length;
case 'number of channels':
return sound.audioBuffer.numberOfChannels;
default:
return sound.audioBuffer;
}play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.
for demo purposes this block also fast-plots the samples on the stage4410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000samplesratevar audioCtx, channels, frameCount, arrayBuffer, i, source;
Note.prototype.setupContext();
audioCtx = Note.prototype.audioContext;
channels = (samples.at(1) instanceof List) ? samples.length() : 1;
frameCount = (channels === 1) ? samples.length() : samples.at(1).length();
arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);
if (!arrayBuffer.copyToChannel) {
arrayBuffer.copyToChannel = function (src, channel) {
var buffer = this.getChannelData(channel);
for (i = 0; i < src.length; i += 1) {
buffer[i] = src[i];
}
}
}
if (channels === 1) {
arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);
} else {
for (i = 0; i < channels; i += 1) {
arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);
}
}
source = audioCtx.createBufferSource();
source.buffer = arrayBuffer;
source.connect(audioCtx.destination);
source.start();
source.pause = source.stop;
this.parentThatIsA(StageMorph).activeSounds.push(source);generate a list of samples representing a sine wave at the given frequency, duration and sample rate440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=960000.51quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelsca:volum del so
es:volumen del sonido
return typeof meter != 'undefined'return Math.floor(meter.volume * 100);xx
y
z1yawyaw
pitch
roll1xx
y
z111testtestvar leapScript,
done = false;
leapScript = document.createElement('script'),
leapScript.onload = function () {
done = true;
console.log('leap is ready');
};
document.head.appendChild(leapScript);
leapScript.src = 'https://js.leapmotion.com/leap-0.6.4.min.js';
return function () {return done; }window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.de:drucke _ in Größe _
ca:etiqueta _ de mida _
es:etiqueta _ de tamaño _
fr:étiquette _ d'une taille de _
Hello!12de:ist _ leer?
ca:_ buida?
es:_ vacía?
fr:_ vide?
de:behalte Elemente, die _ aus _
ca:manté els elements on _ de _
es:mantener los elementos donde _ de _
fr:garder les items tels que _ de _
1de:kombiniere mit _ die Elemente von _
ca:combina amb _ els elements de _
es:combinar con _ los elementos de _
fr:combine avec _ les items de _
1de:wenn _ dann _ sonst _
ca:si _ llavors _ si no _
es:si _ entonces _ sino _
fr:si _ alors _ sinon _
de:für _ = _ bis _ _
ca:per _ = _ fins _ _
es:para _ = _ hasta _ _
fr:pour _ allant de _ à _ _
110ide:füge Wörter zusammen _
ca:uneix les paraules _
es:unir las palabras _
fr:fusionne les mots _
121de:Liste $arrowRight Satz _
ca:llista $arrowRight frase _
es:lista $arrowRight frase _
fr:liste $arrowRight phrase _
de:Satz $arrowRight Liste _
ca:frase $arrowRight llista _
es:frase $arrowRight lista _
fr:phrase $arrowRight liste _
de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
catchtagde:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
catchtagde:für jedes _ von _ _
ca:per cada _ de _ _
es:para cada _ de _ _
fr:pour chaque _ de _ _
de:falls _ dann _ und pause $pause-1-255-220-0
ca:si _ fes _ i atura-ho tot $pause-1-255-220-0
es:si _ haz _ y páralo todo $pause-1-255-220-0
fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0
de:Wort $arrowRight Liste _
ca:paraula $arrowRight llista _
es:palabra $arrowRight lista _
fr:mot $arrowRight liste _
de:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
de:Liste $arrowRight Wort _
ca:llista $arrowRight paraula _
es:lista $arrowRight palabra _
fr:liste $arrowRight mot _
de:Zahlen von _ bis _
ca:nombres des de _ a _
es:números de _ a _
fr:nombres de _ à _
1101de:wende _ an auf _
ca:mapeja _ sobre _
es:mapear _ sobre _
fr:appliquer _ à _
186.86000000000251200